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Question 21 (1 point) Use this data for questions 21 - 26 Subject Post-Test Scor

ID: 3202371 • Letter: Q

Question

Question 21 (1 point)

Use this data for questions 21 - 26

Subject     Post-Test Score     Pre-Test Score

1                  18                         12

2                  43                         40

3                  25                         20

4                  36                         33

5                  47                         44

6                  46                         40

7                  46                         40

Which statistical test would tell if the post-test scores had
significantly improved over the pre-test scores?    

Question 21 options:

Z-test

t-test

t-test of co-related scores
(t-test of the differences)

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Alpha is set at .05 for this one-tailed test. What are the degrees of freedom?

Question 22 options:

4

5

6

7

Save

Question 23 (1 point)

If N= 7

What is the tabled Level of Significance for this test? Set p = .05 and use a One-Tailed Test

Question 23 options:

1.943

2.015

2.447

2.571

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Question 24 (1 point)

What is the mean increase or difference in scores? (Hint: mean of D)

Question 24 options:

32

4.571

1.512

28.5

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Question 25 (1 point)

What is the standard deviation of the difference in scores?

Question 25 options:

7.33

1.511

5.34

9.14

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Question 26 (1 point)

Is this difference statistically significant?

Question 26 options:

Yes

No

Can't be determined form the data given

Save

Question 27 (1 point)

Use this data for questions 27 - 32)

Subject     Post-Test Score     Pre-Test Score Differences?

1                  18                         15

2                  44                         42

3                  25                         22

4                  36                         34

5                  47                         47

6                  46                         45

7                  44                         40

8                  43                         33

9                  34                         28

10                33                         28

Which statistical test would tell if the post test scores had significantly improved over the pre-test scores?    

Question 27 options:

z-test

t-test

t-test of related scores
(t-test of the differences)

Chi-square
(pronounced KI as in Kite)

Save

Question 28 (1 point)

Alpha is set at .05 for this one-tailed test, and N=10. What are the degrees of freedom?

Question 28 options:

6

7

10

9

Save

Question 29 (1 point)

If d.f. are equal to 9, what is the tabled value for this correlated t-test?

Question 29 options:

2.365

2.306

1.833

1.895

Save

Question 30 (1 point)

What is the mean increase or difference in scores? (Hint: mean of D)

Question 30 options:

3.6

1.8

2.875

36

Save

Question 31 (1 point)

What is the standard deviation of the difference in scores?

Question 31 options:

4.69

2.875

2.722

10

Save

Question 32 (1 point)

Is this difference statistically significant?

Question 32 options:

Yes

No

Can't be determined form the information given

Save

Z-test

t-test

t-test of co-related scores
(t-test of the differences)

Explanation / Answer

21) as this is before and after study we should use

t-test of co-related scores
(t-test of the differences)

22)degree of freedom =n-1 =6

23)from table at 0.05 level. and 6 df , table value =1.943

24)

hence mean score =4.571

25) std deviation =1.511

26) here t stat =dmean/std error =4.571/0.571 =8

as tstat is higher then 1.943 level, we test is statistically significant. hence Yes

27)t-test of related scores
(t-test of the differences)

28)degree of freedom =n-1 =10-1 =9

29)for one tailed test ,a t 0.05 level and 9 df , table score =1.833

30)

30) mean score increase/decrease =3.6

31) std deviation =2.875

32) tstat =3.6/0.909 =3.959

as tstat is greater then 1.833 , hence it is statistically significant, Yes

subject post trade pre test Score 1 18 12 6 2 43 40 3 3 25 20 5 4 36 33 3 5 47 44 3 6 46 40 6 7 46 40 6 mean 4.571 std deviaition 1.512 std error= std dev/(n)^(1/2) 0.571
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